
PhilGood
Juice box hero
OK,
Marik, Harvey and whoever else can help me figure this out, please help me to understand something that's been bugging me about the AKG CK12 capsule. There are 3 internal "resonance" chambers. One inside each half of the backplates and then the chamber created by the seperation of the two backplates anywhere from 60 to 40 microns thick. These are supposed to be the secret of the sound in the high end, doing something 'magical' by resonating the high end.
Now follow me here.
The speed of sound at sea level is 770mph. Let's divide that up and then convert it my the shortest audible frequency.
OK.
1 mile = 5280 feet, so:
...770 miles per hour = 4065600 feet per hour (770 * 5280)
= 67760 feet per minute = 1129.33333 feet per second.
So assuming the shortest audible frequency is 20khz
1129.33333/20,000 = .056466665
1 wave of 20khz is .0565 inches in length.
.0625 is one thirty second of an inch, which is much longer than 60 microns. Yet a 20khz wave (by my calculations) is just under 1/32 of an inch (.0564). Any frequency below 20khz, the wave will be longer.
So how is it possible that a 40-60 micron chamber can effect high end frequency when the full wave won't even fit in the chamber to be reflected around. Wouldn't there be phasing problems? Is that what they were after?
I'm not saying it's not possible for these chambers to do something. What I am wondering is WHY IT WORKS, if it does. I want to understand the mechanics better.
Thanks!
Marik, Harvey and whoever else can help me figure this out, please help me to understand something that's been bugging me about the AKG CK12 capsule. There are 3 internal "resonance" chambers. One inside each half of the backplates and then the chamber created by the seperation of the two backplates anywhere from 60 to 40 microns thick. These are supposed to be the secret of the sound in the high end, doing something 'magical' by resonating the high end.
Now follow me here.
The speed of sound at sea level is 770mph. Let's divide that up and then convert it my the shortest audible frequency.
OK.
1 mile = 5280 feet, so:
...770 miles per hour = 4065600 feet per hour (770 * 5280)
= 67760 feet per minute = 1129.33333 feet per second.
So assuming the shortest audible frequency is 20khz
1129.33333/20,000 = .056466665
1 wave of 20khz is .0565 inches in length.
.0625 is one thirty second of an inch, which is much longer than 60 microns. Yet a 20khz wave (by my calculations) is just under 1/32 of an inch (.0564). Any frequency below 20khz, the wave will be longer.
So how is it possible that a 40-60 micron chamber can effect high end frequency when the full wave won't even fit in the chamber to be reflected around. Wouldn't there be phasing problems? Is that what they were after?
I'm not saying it's not possible for these chambers to do something. What I am wondering is WHY IT WORKS, if it does. I want to understand the mechanics better.
Thanks!